Thank you for your help, hope you keep uploading! You explain concepts very well, much better than most of my professors (especially my signals professor)
Thank you so much for the time and effort you put into your videos! They're clearly so helpful to so many people! I am wondering tho, how do you use your formula to find the breakaway points when you have complex poles? I've been using the [N(s)D'(s)-N'(s)D(s)]=0 where n is the numerator and d is the denominator and solving for s tells you the points in where they breakaway/in. Kindest regards
I think your first point is captured in Steps 2 & 3 of the method presented. You are right though that angle of departure and arrival is not explicitly discussed here.
If I pass my control systems exams I'm adding you in ny final year acknowledgements
Thank you for your help, hope you keep uploading! You explain concepts very well, much better than most of my professors (especially my signals professor)
More people need to see these videos, amazing explanation of concepts and detailed problems, thank you so much!
Your videos are very helpful. This channel should have 50k+ subscribers.
Thank you so much for the time and effort you put into your videos! They're clearly so helpful to so many people! I am wondering tho, how do you use your formula to find the breakaway points when you have complex poles?
I've been using the [N(s)D'(s)-N'(s)D(s)]=0 where n is the numerator and d is the denominator and solving for s tells you the points in where they breakaway/in.
Kindest regards
Easier than Nyquist/Nichols plots, so it's not bad idea to let computers do the extremely hard work. :)
1/root locus exists to the left of an odd number of zero/pole
2/ angle of departure / arrival
I think your first point is captured in Steps 2 & 3 of the method presented. You are right though that angle of departure and arrival is not explicitly discussed here.
Please show us how to do Nyquist. Since uni is online, I should be paying you 12K a year instead of my unio
Very nice and helpful lectures maam. Thank you!
Thank you!
what if your transfer function has a time delay
Hi, can I know what happens if the number of poles and zeros are equal. Such as ((s+3)(s+4))/((s+1)(s+2)).
no infinite poles or zeros will be added to the system I think. So no asymptodes?
hi good evening, how did you work out the B.away and B.in point. I mean manual solution. thanks in advance
Hi. The equation is given in step 5 of the process (around 6:30). If you want to see it applied, check out the example videos.